No Place to Set Them Side by Side

Two people can do the exact same thing and come away holding two different numbers, and neither of them has made an error. That's the strange part. Nobody bent a rule, skipped a step in the process, or used the wrong formula. Whatever produced the first number and whatever produced the second number were both working correctly. The output is different because the input — where each person happened to be standing when the number got attached — was different.

Say it plainly: two correct answers exist for the same question, and they don't agree with each other. That isn't a contradiction, even though it sounds like one. A contradiction needs one process to be right and the other to be wrong. Here, both processes did their job. The disagreement isn't a flaw in either process. It's just what happens when there's more than one place to stand while the question gets asked.

A staircase, then. One person is standing high up on it, another much lower down. Both can read their own height without any trouble; neither is confused about where they're standing. From my own step I can state exactly how high I am. What I cannot do, from that same spot, is state how high anyone else is. I can't even really make out the other step from here.

This is what gets skipped over whenever people talk about differences in value. It gets described as a comparison, as if two numbers were placed side by side somewhere and someone measured the gap between them. But a comparison needs both numbers present at the same time, in the same place, in front of the same eyes. That almost never happens. What actually happens is that I see my own number, and later, or somewhere else entirely, I might hear that a number exists for someone else — and the two are never brought together anywhere I can look at them both.

I want to be careful with the word "hidden," because it isn't the right word for this. Nothing was hidden from me. Nobody folded the other number up and tucked it away out of my reach. Hidden implies an act — a decision, a person who chose to keep something from me. What happened here is closer to nothing happening at all. No space was ever built where two numbers could be set down next to each other. I've noted before, elsewhere, that unseen and hidden aren't the same claim: something completed and fit to be shown can stay exactly where it was finished for a long stretch, in view of the one person who made it and nobody else, even though nothing was ever set up to keep it there. (a record where every route outward stayed open and the thing still went nowhere for a long time) There was no obstruction out here to point at. Whatever held it back was seated somewhere I can't observe from this distance, and it did eventually let go — but nothing in the surrounding arrangement had to change for that to happen. This one is a step further back than that. There was never even a place built for two numbers to rest near each other, so the question of looking never really arose — there was nothing yet to look for.

Elsewhere I looked at the opposite situation — a case where a counterpart gets built on purpose, held up in plain view specifically so something else can be measured against it. A higher figure gets kept standing so a lower one looks earned by comparison, and even that deliberately constructed pairing came with a condition attached: the higher figure had to have been one people actually paid, over a real period — not merely one that had been displayed — before it's allowed to do that work. (a second figure placed beside the first so the first can be read at all, and the rule about what it had to have been before it may stand there) That's a case of too much scaffolding — a counterpart deliberately installed so that something else has an edge to be read against — and not installable on nothing. What I'm describing runs the other way entirely. There's no scaffolding here at all. Nobody built a place for the second number, by design or by accident. It simply isn't there.

So the words fail. "High" and "low" need a partner to mean anything at all — they're relative words, and they only work when something else is present in the sentence with them. Say "my step is high" out loud, and the sentence is already leaning on a step that isn't named, held by someone nobody here can picture and nobody here can ask. The complaint doesn't even have a place to stand. I can't say I'm getting less, because less-than requires a more-than positioned somewhere nearby to measure against, and there isn't one located anywhere I can point to.

And suppose a complaint went out anyway, on principle, even without a word for it. There's nowhere for it to go. A complaint needs an address — someone who made the decision, a place where the gap between two steps was deliberately established and could, in theory, be adjusted. But nobody created this gap intentionally. No one sat down and decided how high one step should be relative to another. Each step got its height from whatever produced it, at whatever time it was produced, following whatever was true in that moment — and none of that ever had the other step in the room with it. A complaint cannot be filed against a process that never weighed the two of them against each other in the first place, because there was no way for it to end up wrong.

What I can compare is myself against myself. I can look at my own step today and my own step from some earlier point and say something changed, or didn't. That comparison works, because both numbers are mine — produced from the same spot, over time, and I'm the one holding both of them. It tells me something real. It just doesn't tell me a thing about whoever is standing on a higher step, or whoever is on a lower one. It's a record of one column, read against itself, and nothing more.

Once in a while, by accident, two people end up showing each other their step at the same moment — a figure mentioned in passing, a number someone repeated back without thinking, something said out loud that was never meant to be set beside anything. And in that instant, for the first time, the gap becomes visible. Not because the structure revealed it. Because two people happened to be close enough, at the same moment, to see it for themselves. Nothing about the arrangement engineered that moment by design, and nothing about it was built to prevent it either. It's closer to two people on different steps leaning out over the rail at the same second and catching each other's eye by chance.

Here's the part that doesn't resolve the way one might expect. Even after the gap is visible, even after both people are looking straight at it, nothing about which number is correct gets settled by that. Both numbers were produced mechanically, by whatever produced them. Seeing the difference doesn't turn up a mistake waiting to be fixed. There's no error contained in either figure. Someone put together a number for the person standing higher up, and someone put together a number for the person standing lower down, and both of those processes worked exactly the way they were supposed to. Visibility didn't create wrongness where there wasn't any before. It just meant that, for a moment, two ordinary numbers were close enough to be looked at side by side — which is an entirely different thing from one of them being right and the other being wrong.

Something is left over after the gap is seen and no one is found to have broken anything, and it doesn't have a proper name. It isn't quite a complaint, since a complaint needs a comparison behind it to stand on, and the comparison only lasted as long as the two people stood close together before walking back to their own steps and losing sight of each other again. Whatever the feeling is, it doesn't travel anywhere after that. It remains where it was noticed and stays there — on its own step, same as everything else in this record.